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An Efficient Model Predictive Current Control Algorithm for Grid-Connected Multi-Level Inverter with Computational Delay Compensation

机译:具有计算延迟补偿的并网多电平逆变器的高效模型预测电流控制算法

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This paper proposes an efficient model predictive current control (MPC) algorithms for grid-connected multi-level (ML) inverter. The proposed algorithm utilizes the discrete-time model to predict the future behavior of the grid connected inverter (GCI) to fulfil the control objectives: fast dynamic and low ripples of the grid current, balancing of the capacitor voltages and minimizing the switching number. These threes control objectives are incorporated in single cost function calculated and evaluated for each switching state $S_{abc}^{opt}$ available in the inverter, to generate the optimal switching state applied directly to the inverter. Moreover, a considerable computational delay is required to generate $S_{abc}^{opt}$. Furthermore, the contributions of the paper is not only the compensation of the computational delay using a long horizon prediction approach, but also using the three-level neutral point clamped (3L-NPC) inverter to provide a low ripples grid current and decrease the control complexity. Finally, the efficiency of the proposed compensation demonstrated through simulations results.
机译:本文提出了一种适用于并网多电平(ML)逆变器的有效模型预测电流控制(MPC)算法。所提出的算法利用离散时间模型来预测并网逆变器(GCI)的未来行为,以实现控制目标:电网电流的快速动态和低纹波,电容器电压的平衡以及最小化开关次数。这三个控制目标被合并到单一成本函数中,该函数针对逆变器中可用的每个开关状态$ S_ {abc} ^ {opt} $计算和评估,以生成直接应用于逆变器的最佳开关状态。此外,生成$ S_ {abc} ^ {opt} $需要相当大的计算延迟。此外,本文的贡献不仅在于使用长视距预测方法来补偿计算延迟,而且还在于使用三电平中性点钳位(3L-NPC)逆变器来提供低纹波电网电流并降低控制复杂。最后,通过仿真结果证明了拟议补偿的效率。

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